{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "请输入待分析股票代码:000999\n",
      "开始获取\u001b[1;92m华润三九\u001b[0m财务数据...\n",
      "开始对\u001b[1;92m华润三九\u001b[0m财务数据进行\u001b[1;31m预处理\u001b[0m...\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x2592 with 9 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "开始对\u001b[1;92m华润三九\u001b[0m财务数据进行\u001b[1;31m相关性分析\u001b[0m...\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>市盈率</th>\n",
       "      <th>市净率</th>\n",
       "      <th>市销率</th>\n",
       "      <th>开盘价</th>\n",
       "      <th>收盘价</th>\n",
       "      <th>成交量</th>\n",
       "      <th>成交笔数</th>\n",
       "      <th>均笔成交额(元)</th>\n",
       "      <th>成交额(亿)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>市盈率</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.103092</td>\n",
       "      <td>0.034840</td>\n",
       "      <td>0.009595</td>\n",
       "      <td>0.018826</td>\n",
       "      <td>0.214944</td>\n",
       "      <td>0.107489</td>\n",
       "      <td>0.191401</td>\n",
       "      <td>0.191028</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>市净率</th>\n",
       "      <td>-0.103092</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.937968</td>\n",
       "      <td>0.738167</td>\n",
       "      <td>0.754717</td>\n",
       "      <td>0.094734</td>\n",
       "      <td>0.126477</td>\n",
       "      <td>0.318233</td>\n",
       "      <td>0.221444</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>市销率</th>\n",
       "      <td>0.034840</td>\n",
       "      <td>0.937968</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.820564</td>\n",
       "      <td>0.839380</td>\n",
       "      <td>0.188317</td>\n",
       "      <td>0.187280</td>\n",
       "      <td>0.394083</td>\n",
       "      <td>0.313852</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>开盘价</th>\n",
       "      <td>0.009595</td>\n",
       "      <td>0.738167</td>\n",
       "      <td>0.820564</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.978050</td>\n",
       "      <td>0.321913</td>\n",
       "      <td>0.373700</td>\n",
       "      <td>0.310153</td>\n",
       "      <td>0.455201</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>收盘价</th>\n",
       "      <td>0.018826</td>\n",
       "      <td>0.754717</td>\n",
       "      <td>0.839380</td>\n",
       "      <td>0.978050</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.343624</td>\n",
       "      <td>0.382485</td>\n",
       "      <td>0.347127</td>\n",
       "      <td>0.476739</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>成交量</th>\n",
       "      <td>0.214944</td>\n",
       "      <td>0.094734</td>\n",
       "      <td>0.188317</td>\n",
       "      <td>0.321913</td>\n",
       "      <td>0.343624</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.903578</td>\n",
       "      <td>0.404799</td>\n",
       "      <td>0.985587</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>成交笔数</th>\n",
       "      <td>0.107489</td>\n",
       "      <td>0.126477</td>\n",
       "      <td>0.187280</td>\n",
       "      <td>0.373700</td>\n",
       "      <td>0.382485</td>\n",
       "      <td>0.903578</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.060155</td>\n",
       "      <td>0.904648</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>均笔成交额(元)</th>\n",
       "      <td>0.191401</td>\n",
       "      <td>0.318233</td>\n",
       "      <td>0.394083</td>\n",
       "      <td>0.310153</td>\n",
       "      <td>0.347127</td>\n",
       "      <td>0.404799</td>\n",
       "      <td>0.060155</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.432561</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>成交额(亿)</th>\n",
       "      <td>0.191028</td>\n",
       "      <td>0.221444</td>\n",
       "      <td>0.313852</td>\n",
       "      <td>0.455201</td>\n",
       "      <td>0.476739</td>\n",
       "      <td>0.985587</td>\n",
       "      <td>0.904648</td>\n",
       "      <td>0.432561</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               市盈率       市净率       市销率       开盘价       收盘价       成交量  \\\n",
       "市盈率       1.000000 -0.103092  0.034840  0.009595  0.018826  0.214944   \n",
       "市净率      -0.103092  1.000000  0.937968  0.738167  0.754717  0.094734   \n",
       "市销率       0.034840  0.937968  1.000000  0.820564  0.839380  0.188317   \n",
       "开盘价       0.009595  0.738167  0.820564  1.000000  0.978050  0.321913   \n",
       "收盘价       0.018826  0.754717  0.839380  0.978050  1.000000  0.343624   \n",
       "成交量       0.214944  0.094734  0.188317  0.321913  0.343624  1.000000   \n",
       "成交笔数      0.107489  0.126477  0.187280  0.373700  0.382485  0.903578   \n",
       "均笔成交额(元)  0.191401  0.318233  0.394083  0.310153  0.347127  0.404799   \n",
       "成交额(亿)    0.191028  0.221444  0.313852  0.455201  0.476739  0.985587   \n",
       "\n",
       "              成交笔数  均笔成交额(元)    成交额(亿)  \n",
       "市盈率       0.107489  0.191401  0.191028  \n",
       "市净率       0.126477  0.318233  0.221444  \n",
       "市销率       0.187280  0.394083  0.313852  \n",
       "开盘价       0.373700  0.310153  0.455201  \n",
       "收盘价       0.382485  0.347127  0.476739  \n",
       "成交量       0.903578  0.404799  0.985587  \n",
       "成交笔数      1.000000  0.060155  0.904648  \n",
       "均笔成交额(元)  0.060155  1.000000  0.432561  \n",
       "成交额(亿)    0.904648  0.432561  1.000000  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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       "      <td>3.707910</td>\n",
       "      <td>54.778178</td>\n",
       "      <td>30</td>\n",
       "      <td>0.866667</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>12833.92</td>\n",
       "      <td>17278.02</td>\n",
       "      <td>3.525194</td>\n",
       "      <td>52.192882</td>\n",
       "      <td>29</td>\n",
       "      <td>0.827586</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>11945.10</td>\n",
       "      <td>17278.02</td>\n",
       "      <td>3.467588</td>\n",
       "      <td>51.359317</td>\n",
       "      <td>26</td>\n",
       "      <td>0.807692</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>14611.56</td>\n",
       "      <td>17278.02</td>\n",
       "      <td>3.176481</td>\n",
       "      <td>46.999351</td>\n",
       "      <td>32</td>\n",
       "      <td>0.812500</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>11056.28</td>\n",
       "      <td>17278.02</td>\n",
       "      <td>2.834966</td>\n",
       "      <td>41.530253</td>\n",
       "      <td>19</td>\n",
       "      <td>0.736842</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>10167.46</td>\n",
       "      <td>17278.02</td>\n",
       "      <td>2.575410</td>\n",
       "      <td>37.072007</td>\n",
       "      <td>13</td>\n",
       "      <td>0.846154</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>15500.38</td>\n",
       "      <td>17278.02</td>\n",
       "      <td>2.559015</td>\n",
       "      <td>36.780526</td>\n",
       "      <td>34</td>\n",
       "      <td>0.794118</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>16389.20</td>\n",
       "      <td>17278.02</td>\n",
       "      <td>2.204171</td>\n",
       "      <td>30.141287</td>\n",
       "      <td>39</td>\n",
       "      <td>0.717949</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>17278.02</td>\n",
       "      <td>19055.66</td>\n",
       "      <td>1.874174</td>\n",
       "      <td>23.292495</td>\n",
       "      <td>11</td>\n",
       "      <td>0.727273</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   【均笔成交额(元)】买入点  【均笔成交额(元)】卖出点      最终净值    平均年化(%)  交易次数        胜率  终日是否持有\n",
       "1       13722.74       17278.02  3.707910  54.778178    30  0.866667       1\n",
       "2       12833.92       17278.02  3.525194  52.192882    29  0.827586       1\n",
       "3       11945.10       17278.02  3.467588  51.359317    26  0.807692       1\n",
       "4       14611.56       17278.02  3.176481  46.999351    32  0.812500       1\n",
       "5       11056.28       17278.02  2.834966  41.530253    19  0.736842       1\n",
       "6       10167.46       17278.02  2.575410  37.072007    13  0.846154       0\n",
       "7       15500.38       17278.02  2.559015  36.780526    34  0.794118       1\n",
       "8       16389.20       17278.02  2.204171  30.141287    39  0.717949       1\n",
       "9       17278.02       19055.66  1.874174  23.292495    11  0.727273       1"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[1;94m华润三九\u001b[0m的\u001b[1;92m成交额(亿)\u001b[0m因子相关系数为\u001b[1;31m0.48\u001b[0m,开始进行\u001b[1;31m回测\u001b[0m...\n",
      "                                                                                                                                                                                                                                                                                                            \r"
     ]
    },
    {
     "data": {
      "text/html": [
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       "\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>【成交额(亿)】买入点</th>\n",
       "      <th>【成交额(亿)】卖出点</th>\n",
       "      <th>最终净值</th>\n",
       "      <th>平均年化(%)</th>\n",
       "      <th>交易次数</th>\n",
       "      <th>胜率</th>\n",
       "      <th>终日是否持有</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.7434</td>\n",
       "      <td>2.4104</td>\n",
       "      <td>2.753637</td>\n",
       "      <td>40.163699</td>\n",
       "      <td>12</td>\n",
       "      <td>0.916667</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1.4102</td>\n",
       "      <td>1.7436</td>\n",
       "      <td>2.677073</td>\n",
       "      <td>38.852401</td>\n",
       "      <td>60</td>\n",
       "      <td>0.733333</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1.7436</td>\n",
       "      <td>2.4104</td>\n",
       "      <td>2.348023</td>\n",
       "      <td>32.913003</td>\n",
       "      <td>27</td>\n",
       "      <td>0.777778</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1.0768</td>\n",
       "      <td>1.7436</td>\n",
       "      <td>2.332353</td>\n",
       "      <td>32.616668</td>\n",
       "      <td>40</td>\n",
       "      <td>0.725000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2.0770</td>\n",
       "      <td>3.4106</td>\n",
       "      <td>2.327051</td>\n",
       "      <td>32.516098</td>\n",
       "      <td>17</td>\n",
       "      <td>0.882353</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>3.0772</td>\n",
       "      <td>3.4106</td>\n",
       "      <td>2.282526</td>\n",
       "      <td>31.665484</td>\n",
       "      <td>23</td>\n",
       "      <td>0.782609</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>6.0778</td>\n",
       "      <td>7.4114</td>\n",
       "      <td>2.254980</td>\n",
       "      <td>31.133672</td>\n",
       "      <td>5</td>\n",
       "      <td>0.800000</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>8.0782</td>\n",
       "      <td>8.4116</td>\n",
       "      <td>2.164808</td>\n",
       "      <td>29.361917</td>\n",
       "      <td>5</td>\n",
       "      <td>0.800000</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>7.4114</td>\n",
       "      <td>7.7448</td>\n",
       "      <td>2.163014</td>\n",
       "      <td>29.326175</td>\n",
       "      <td>5</td>\n",
       "      <td>0.800000</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>7.0780</td>\n",
       "      <td>7.7448</td>\n",
       "      <td>2.163014</td>\n",
       "      <td>29.326175</td>\n",
       "      <td>5</td>\n",
       "      <td>0.800000</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    【成交额(亿)】买入点  【成交额(亿)】卖出点      最终净值    平均年化(%)  交易次数        胜率  终日是否持有\n",
       "1        0.7434       2.4104  2.753637  40.163699    12  0.916667       0\n",
       "2        1.4102       1.7436  2.677073  38.852401    60  0.733333       0\n",
       "3        1.7436       2.4104  2.348023  32.913003    27  0.777778       0\n",
       "4        1.0768       1.7436  2.332353  32.616668    40  0.725000       0\n",
       "5        2.0770       3.4106  2.327051  32.516098    17  0.882353       0\n",
       "6        3.0772       3.4106  2.282526  31.665484    23  0.782609       0\n",
       "7        6.0778       7.4114  2.254980  31.133672     5  0.800000       1\n",
       "8        8.0782       8.4116  2.164808  29.361917     5  0.800000       1\n",
       "9        7.4114       7.7448  2.163014  29.326175     5  0.800000       1\n",
       "10       7.0780       7.7448  2.163014  29.326175     5  0.800000       1"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "近期数据如下：\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>市盈率</th>\n",
       "      <th>市净率</th>\n",
       "      <th>市销率</th>\n",
       "      <th>开盘价</th>\n",
       "      <th>收盘价</th>\n",
       "      <th>成交量</th>\n",
       "      <th>成交笔数</th>\n",
       "      <th>均笔成交额(元)</th>\n",
       "      <th>成交额(亿)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2022-02-09</th>\n",
       "      <td>22.126973</td>\n",
       "      <td>2.697694</td>\n",
       "      <td>2.521708</td>\n",
       "      <td>35.99</td>\n",
       "      <td>39.73</td>\n",
       "      <td>21697510.0</td>\n",
       "      <td>41189.0</td>\n",
       "      <td>20447</td>\n",
       "      <td>8.42</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-02-10</th>\n",
       "      <td>22.043433</td>\n",
       "      <td>2.687509</td>\n",
       "      <td>2.512187</td>\n",
       "      <td>38.01</td>\n",
       "      <td>39.58</td>\n",
       "      <td>22123562.0</td>\n",
       "      <td>54047.0</td>\n",
       "      <td>16345</td>\n",
       "      <td>8.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-02-11</th>\n",
       "      <td>19.837976</td>\n",
       "      <td>2.418622</td>\n",
       "      <td>2.260841</td>\n",
       "      <td>40.39</td>\n",
       "      <td>35.62</td>\n",
       "      <td>15514252.0</td>\n",
       "      <td>45086.0</td>\n",
       "      <td>12792</td>\n",
       "      <td>5.77</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-02-14</th>\n",
       "      <td>19.058269</td>\n",
       "      <td>2.323561</td>\n",
       "      <td>2.171982</td>\n",
       "      <td>34.00</td>\n",
       "      <td>34.22</td>\n",
       "      <td>17805722.0</td>\n",
       "      <td>48957.0</td>\n",
       "      <td>12427</td>\n",
       "      <td>6.08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022-02-15</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>34.60</td>\n",
       "      <td>37.05</td>\n",
       "      <td>14738621.0</td>\n",
       "      <td>48425.0</td>\n",
       "      <td>11024</td>\n",
       "      <td>5.34</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  市盈率       市净率       市销率    开盘价    收盘价         成交量     成交笔数  \\\n",
       "2022-02-09  22.126973  2.697694  2.521708  35.99  39.73  21697510.0  41189.0   \n",
       "2022-02-10  22.043433  2.687509  2.512187  38.01  39.58  22123562.0  54047.0   \n",
       "2022-02-11  19.837976  2.418622  2.260841  40.39  35.62  15514252.0  45086.0   \n",
       "2022-02-14  19.058269  2.323561  2.171982  34.00  34.22  17805722.0  48957.0   \n",
       "2022-02-15        NaN       NaN       NaN  34.60  37.05  14738621.0  48425.0   \n",
       "\n",
       "            均笔成交额(元)  成交额(亿)  \n",
       "2022-02-09     20447    8.42  \n",
       "2022-02-10     16345    8.83  \n",
       "2022-02-11     12792    5.77  \n",
       "2022-02-14     12427    6.08  \n",
       "2022-02-15     11024    5.34  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import datetime\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "from IPython.display import display\n",
    "from text import *\n",
    "\n",
    "\n",
    "class Stock:\n",
    "    def __init__(self, n=100, year=3):\n",
    "        '初始化股票数据'\n",
    "        self.codes = self.input_codes()\n",
    "        today = datetime.date.today()\n",
    "        y, m, d = today.year, today.month, today.day\n",
    "        today = f'{y}-{m:0>2}-{d:0>2}'\n",
    "        y -= year\n",
    "        start = f'{y}-{m:0>2}-{d:0>2}'\n",
    "        self.macro = {}\n",
    "        self.n = n\n",
    "        self.start = start\n",
    "        self.today = today\n",
    "        self.finance_factor = [\n",
    "            'pe_ratio_ttm',  # 市盈率\n",
    "            'pb_ratio_ttm',  # 市净率\n",
    "            'ps_ratio_ttm',  # 市销率\n",
    "        ]\n",
    "        self.price_factor = [\n",
    "            'open',  # 开盘价\n",
    "            'close',  # 收盘价\n",
    "            'total_turnover',  # 成交额\n",
    "            'volume',  # 成交量\n",
    "            'num_trades'  # 成交比数\n",
    "        ]\n",
    "        self.year=year\n",
    "    def input_codes(self):\n",
    "        '输入分析的股票代码'\n",
    "        code = input('请输入待分析股票代码:')\n",
    "        if code == '':\n",
    "            codes = [\n",
    "                '000547',  # 航天发展\n",
    "                '000063',  # 中兴\n",
    "                '002511',  # 卫生纸\n",
    "                '601919',  # 中远海控\n",
    "                '600406',  # 国电南瑞\n",
    "                '600089',  # 特变\n",
    "                '603866',  # 桃李面包\n",
    "                '601899',  # 紫金矿业\n",
    "                '000656',  # 金科\n",
    "                '600745',  # 闻泰\n",
    "                '600729',  # 重百\n",
    "                '601668',  # 中国建筑\n",
    "                '000895',  # 火腿肠\n",
    "                '600456',  # 宝钛\n",
    "                '600048',  # 保利地产\n",
    "                '600900',  # 长江电力\n",
    "                '000999',  # 感冒灵\n",
    "                '600009',  # 上海机场\n",
    "                '601318',  # 平安\n",
    "                '000333',  # 美的集团\n",
    "                '000651',  # 格力电器\n",
    "                '000837',  # 秦川机床\n",
    "            ]\n",
    "        else:\n",
    "            codes = [code]\n",
    "\n",
    "        for code in codes:\n",
    "            i = codes.index(code)\n",
    "            if len(code) == 6:\n",
    "                if code.startswith('6') or code.startswith('7'):\n",
    "                    code += '.XSHG'\n",
    "                elif code.startswith('0') or code.startswith('3'):\n",
    "                    code += '.XSHE'\n",
    "            codes[i] = code\n",
    "        return codes\n",
    "\n",
    "    def get_data(self):\n",
    "        '获取股票数据'\n",
    "        print(f'开始获取{OKGREEN}{self.stock.name}{ENDC}财务数据...')\n",
    "        df1 = get_factor(self.stock.code,\n",
    "                         factor=self.finance_factor,\n",
    "                         start_date=self.start,\n",
    "                         end_date=self.today,\n",
    "                         expect_df=True\n",
    "                         )\n",
    "        df2 = get_price(self.stock.code,\n",
    "                        start_date=self.start,\n",
    "                        end_date=self.today,\n",
    "                        frequency='1d',\n",
    "                        adjust_type='pre',\n",
    "                        fields=self.price_factor,\n",
    "                        expect_df=True)\n",
    "        if df1.index[-1] != df2.index[-1]:  # 如果最后一条数据不相等，说明有数据没更新\n",
    "            df1 = df1[:-1]\n",
    "        df1 = df1[-len(df2):]  # 再将df1的长度和df2搞成一致\n",
    "        datas = {}\n",
    "        for factor in self.finance_factor:\n",
    "            datas[factor] = list(df1[factor])\n",
    "        for factor in self.price_factor:\n",
    "            datas[factor] = list(df2[factor])\n",
    "        datas['per_turnover'] = []\n",
    "        for i in range(len(datas['total_turnover'])):\n",
    "            try:\n",
    "                per_turnover = datas['total_turnover'][i] / \\\n",
    "                    datas['num_trades'][i]\n",
    "            except:\n",
    "                per_turnover = -1\n",
    "            datas['per_turnover'].append(int(per_turnover))\n",
    "        datas['日期'] = [i[1] for i in df2.index]\n",
    "        self.datas = datas\n",
    "\n",
    "    def preprocess(self):\n",
    "        '数据预处理'\n",
    "        print(\n",
    "            f'开始对{OKGREEN}{self.stock.name}{ENDC}财务数据进行{OKRED}预处理{ENDC}...')\n",
    "        datas = self.datas\n",
    "        factors = {\n",
    "            'pe_ratio_ttm': '市盈率',\n",
    "            'pb_ratio_ttm': '市净率',\n",
    "            'ps_ratio_ttm': '市销率',\n",
    "            'open': '开盘价',\n",
    "            'close': '收盘价',\n",
    "            'volume': '成交量',\n",
    "            'num_trades': '成交笔数',\n",
    "            'per_turnover': '均笔成交额(元)',\n",
    "            'total_turnover': '成交额(亿)',\n",
    "        }\n",
    "        newDatas = {}\n",
    "        for i in factors:\n",
    "            newDatas[factors[i]] = datas[i]\n",
    "        for i in range(len(newDatas['成交额(亿)'])):\n",
    "            newDatas['成交额(亿)'][i] = round(newDatas['成交额(亿)'][i]/100000000, 2)\n",
    "        df = pd.DataFrame(newDatas)\n",
    "        df.index = datas['日期']\n",
    "        self.df = df\n",
    "        columns = list(df.columns)\n",
    "        f, axs = plt.subplots(\n",
    "            len(columns),\n",
    "            figsize=(15, 4*len(columns)))\n",
    "        f.suptitle(f'【{self.stock.name}】')\n",
    "        count = 0\n",
    "        for ax in axs:\n",
    "            ax.set_title(f'{columns[count]}')\n",
    "            sns.lineplot(x=df.index, y=df[columns[count]], ax=ax)\n",
    "            count += 1\n",
    "        plt.show()\n",
    "\n",
    "    def bs_test(self, b, s):\n",
    "        '根据bs点买卖的回测'\n",
    "        isb = 0\n",
    "        start_money = 1000000\n",
    "        money = start_money\n",
    "        bs = {\n",
    "            '买入日期': [],\n",
    "            '买入价格': [],\n",
    "            f'买入时{self.factor}': [],\n",
    "            '卖出日期': [],\n",
    "            '卖出价格': [],\n",
    "            f'卖出时{self.factor}': [],\n",
    "            '本次盈利': [],\n",
    "            '持有天数': [],\n",
    "        }\n",
    "        for index in self.df.index:\n",
    "            data = self.df[self.factor][index]\n",
    "            price = self.df['收盘价'][index]\n",
    "            # 正相关低买高卖，负相关低卖高买\n",
    "\n",
    "            def buy(isb, money):\n",
    "                '买入'\n",
    "                isb = 1\n",
    "                num = money//(100*price)\n",
    "                left = money-num*price*100\n",
    "                buy_date = index\n",
    "                buy_price = price\n",
    "                buy_data = data\n",
    "                # print(buy_date,'买入',end='\\r')\n",
    "                return isb, num, left, buy_date, buy_price, buy_data\n",
    "\n",
    "            def sell(isb, num, left, buy_date, buy_price, buy_data):\n",
    "                '卖出'\n",
    "                isb = 0\n",
    "                money = num*price*100+left\n",
    "                sell_date = index\n",
    "                sell_price = price\n",
    "                bs['买入日期'].append(buy_date)\n",
    "                bs['买入价格'].append(buy_price)\n",
    "                bs[f'买入时{self.factor}'].append(buy_data)\n",
    "                bs['卖出日期'].append(sell_date)\n",
    "                bs['卖出价格'].append(sell_price)\n",
    "                bs[f'卖出时{self.factor}'].append(data)\n",
    "                bs['本次盈利'].append(sell_price/buy_price-1)\n",
    "                bs['持有天数'].append(sell_date-buy_date)\n",
    "                # print(sell_date,'卖出',end='\\r')\n",
    "                return isb, money, sell_date, sell_price, bs\n",
    "            if self.corr > 0:\n",
    "                if isb == 0 and data < b:\n",
    "                    isb, num, left, buy_date, buy_price, buy_data = buy(\n",
    "                        isb, money)\n",
    "                elif isb == 1 and data >= s:\n",
    "                    isb, money, sell_date, sell_price, bs = sell(\n",
    "                        isb, num, left, buy_date, buy_price, buy_data)\n",
    "\n",
    "            else:\n",
    "                if isb == 0 and data > b:\n",
    "                    isb, num, left, buy_date, buy_price, buy_data = buy(\n",
    "                        isb, money)\n",
    "                elif isb == 1 and data <= s:\n",
    "                    isb, money, sell_date, sell_price, bs = sell(\n",
    "                        isb, num, left, buy_date, buy_price, buy_data)\n",
    "        if isb:\n",
    "            isb, money, sell_date, sell_price, bs = sell(\n",
    "                isb, num, left, buy_date, buy_price, buy_data)\n",
    "            hold = 1\n",
    "        else:\n",
    "            hold = 0\n",
    "        bs = pd.DataFrame(bs)\n",
    "        return money/start_money, bs, hold\n",
    "\n",
    "    def test_factor(self):\n",
    "        '回测买卖点'\n",
    "        n = self.n\n",
    "        datas = self.df[self.factor]\n",
    "        step = (max(datas)-min(datas))/n\n",
    "        buy_points = [min(datas)+i*step for i in range(n+1)]\n",
    "        sell_points = [min(datas)+i*step for i in range(n+1)]\n",
    "        result = {\n",
    "            f'【{self.factor}】买入点': [],\n",
    "            f'【{self.factor}】卖出点': [],\n",
    "            '最终净值': [],\n",
    "            '平均年化(%)': [],\n",
    "            '交易次数': [],\n",
    "            '胜率': [],\n",
    "            '终日是否持有': [],\n",
    "        }\n",
    "        count = 0\n",
    "        for b in buy_points:\n",
    "            count += 1\n",
    "            if self.corr < 0:\n",
    "                s = sell_points[0]\n",
    "            else:\n",
    "                s = sell_points[-1]\n",
    "            trueS = s\n",
    "            maxIncome, bs, isHold = self.bs_test(b, s)\n",
    "            d = 0\n",
    "            for s in sell_points:\n",
    "                d += 1\n",
    "                p = d/len(sell_points)*100\n",
    "                string = f'第{count}个买点回测中：'+'=' * \\\n",
    "                    int(d/len(sell_points)*100)+f'>{p:.2f}%'\n",
    "                print(string, end='\\r')\n",
    "                if self.corr > 0:\n",
    "                    if b < s:\n",
    "                        now, nowBS, hold = self.bs_test(b, s)\n",
    "                        if now > maxIncome:\n",
    "                            maxIncome, bs, isHold = now, nowBS, hold\n",
    "                            trueS = s\n",
    "                else:\n",
    "                    if b > s:\n",
    "                        now, nowBS, hold = self.bs_test(b, s)\n",
    "                        if now > maxIncome:\n",
    "                            maxIncome, bs, isHold = now, nowBS, hold\n",
    "                            trueS = s\n",
    "            c = 0\n",
    "            for i in bs['本次盈利']:\n",
    "                if i > 0:\n",
    "                    c += 1\n",
    "            if len(bs) > 0:\n",
    "                y = self.year\n",
    "                ratio = c/len(bs)\n",
    "                result[f'【{self.factor}】买入点'].append(b)\n",
    "                result[f'【{self.factor}】卖出点'].append(trueS)\n",
    "                result['最终净值'].append(maxIncome)\n",
    "                result['平均年化(%)'].append((maxIncome**(1/y)-1)*100)\n",
    "                result['终日是否持有'].append(isHold)\n",
    "                result['胜率'].append(ratio)\n",
    "                result['交易次数'].append(len(bs))\n",
    "            print(' '*300, end='\\r')\n",
    "        df = pd.DataFrame(result)\n",
    "        df = df.loc[df[\"交易次数\"] > 4]\n",
    "        df = df.loc[df['胜率'] > 0.7]\n",
    "        df = df.sort_values(by='最终净值')\n",
    "        n = len(df)\n",
    "        if n > 10:\n",
    "            df = df[-1:-11:-1]\n",
    "        else:\n",
    "            df = df[::-1]\n",
    "        df.index = [i for i in range(1, len(df)+1)]\n",
    "        if len(df) > 0:\n",
    "            display(df)\n",
    "        else:\n",
    "            print(f\"【{OKRED}{self.factor}】{ENDC}因子效果不好，直接舍弃！\")\n",
    "\n",
    "    def corr_reaserch(self):\n",
    "        '相关性分析'\n",
    "        print(f'开始对{OKGREEN}{self.stock.name}{ENDC}财务数据进行{OKRED}相关性分析{ENDC}...')\n",
    "        df = self.df.corr(method='spearman')\n",
    "        display(df)\n",
    "        sns.pairplot(\n",
    "            self.df,\n",
    "            # kind='reg',\n",
    "            diag_kind='kde',\n",
    "            x_vars=[i for i in self.df.columns if not i == '收盘价'],\n",
    "            y_vars=['收盘价'])\n",
    "        plt.title(f'【{self.stock.name}】各种因子相关性分析', loc='center')\n",
    "        plt.show()\n",
    "        factors = {\n",
    "            # 'pe_ratio_ttm':'市盈率',\n",
    "            # 'pb_ratio_ttm':'市净率',\n",
    "            # 'ps_ratio_ttm':'市销率',\n",
    "            'open': '开盘价',\n",
    "            'close': '收盘价',\n",
    "            # 'volume':'成交量',\n",
    "            # 'num_trades':'成交笔数',\n",
    "            'per_turnover': '均笔成交额(元)',\n",
    "            'total_turnover': '成交额(亿)',\n",
    "        }\n",
    "        for factor in factors:\n",
    "            factor = factors[factor]\n",
    "            corr = df['收盘价'][factor]\n",
    "            print(f'{OKBLUE}{self.stock.name}{ENDC}的{OKGREEN}{factor}{ENDC}因子相关系数为{OKRED}{corr:.2f}{ENDC},开始进行{OKRED}回测{ENDC}...')\n",
    "            self.corr = corr\n",
    "            self.factor = factor\n",
    "            self.result = self.test_factor()\n",
    "        print('近期数据如下：')\n",
    "        display(self.df.tail())\n",
    "\n",
    "    def main(self):\n",
    "        '主程序'\n",
    "\n",
    "        for code in self.codes:\n",
    "            stock = instruments(code)\n",
    "            stock.name = stock.symbol\n",
    "            stock.code = stock.order_book_id\n",
    "            self.stock = stock\n",
    "            self.get_data()\n",
    "            self.preprocess()\n",
    "            self.corr_reaserch()\n",
    "\n",
    "\n",
    "s = Stock(n=50,year=3)\n",
    "s.main()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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